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Parametric sweep : Can I bypass (ignore)the error occuring for a particular parameter?
Posted 2014年1月1日 GMT-5 08:10 MEMS & Nanotechnology, MEMS & Piezoelectric Devices, Parameters, Variables, & Functions, Results & Visualization, Studies & Solvers Version 4.3 4 Replies
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In coupled MEMS electrostatic study, I defined two parameters: Vdc and InitialGap.
These two parameters were used for parametric sweep on the electromechanics module of Comsol 4.3.
Now Comsol runs my model for these parameters one by one , as in nested loop. Total number of parameter combination equals (number of Vdc values)x(number of InitialGap values).
Whenever instability occurs, Comsol cannot converge and returns and error.This is fine. But the error which comes terminates the computational progress once the error occurs, further combinations of the parameters are not evaluated, because the error was returned.
Is there any way to sort out this because the alternative to this will be running seperate Comsol simulations in parallel for individual InitialGap values which will be tiresome. Is there an option which bypasses(or ignores) errors during parametric sweep, so that rest of the parameter combinations are evaluated?
These two parameters were used for parametric sweep on the electromechanics module of Comsol 4.3.
Now Comsol runs my model for these parameters one by one , as in nested loop. Total number of parameter combination equals (number of Vdc values)x(number of InitialGap values).
Whenever instability occurs, Comsol cannot converge and returns and error.This is fine. But the error which comes terminates the computational progress once the error occurs, further combinations of the parameters are not evaluated, because the error was returned.
Is there any way to sort out this because the alternative to this will be running seperate Comsol simulations in parallel for individual InitialGap values which will be tiresome. Is there an option which bypasses(or ignores) errors during parametric sweep, so that rest of the parameter combinations are evaluated?
4 Replies Last Post 2014年1月3日 GMT-5 00:36